×

Sulla classificazione dei gruppi analitici commutativi di caratteristica positiva. (Italian) Zbl 0214.48301


MSC:

14L40 Other algebraic groups (geometric aspects)
13F35 Witt vectors and related rings
PDF BibTeX XML Cite
Full Text: Numdam EuDML

References:

[1] 1. Barsotti : Moduli canomici e gruppi analitici commutativi - Ann. Se. Norm. Sup. 13 , ( 1959 ) p. 302 - 327 . Numdam | MR 113887 | Zbl 0092.27203 · Zbl 0092.27203
[2] I Barsotti : Metodi analitici per varietà abeliane in caratteristica positiva, cap. 3-4 - Ann. Se. Norm. Sup. 19 , ( 1965 ) p. 277 - 330 . Numdam | MR 209292 | Zbl 0132.41302 · Zbl 0132.41302
[3] I. Barsotti : Varietà abeliane su corpi p-adici - Symposia Mathematica 1 , ( 1968 ) p. 109 - 173 . MR 258841 | Zbl 0184.46503 · Zbl 0184.46503
[4] J. Dieudonnè : Lie groups and lie hyperalgebras over a field of characterietic p > 0 (IV) - Amer. J. Math. 77 , ( 1955 ) p. 429 - 452 . MR 71718 | Zbl 0064.25602 · Zbl 0064.25602
[5] Yu. Manin : Teoria dei gruppi formali commutativi su corpi di caratteristica finita . (russo) Uspeki Mat. Nauk 18 , ( 1963 ) 6 , p. 3 - 90 (tradotto in Russian Math. Surveys ). Zbl 0128.15603 · Zbl 0128.15603
[6] M. Poletti : Iperalgebre su schiere valutanti (in corso di stampa su questi Anuali). Numdam | Zbl 0198.25802 · Zbl 0198.25802
This reference list is based on information provided by the publisher or from digital mathematics libraries. Its items are heuristically matched to zbMATH identifiers and may contain data conversion errors. It attempts to reflect the references listed in the original paper as accurately as possible without claiming the completeness or perfect precision of the matching.